
where \(B(o,u) 9999{\leftarrow \rightarrow }{}{\eta }B(o,v)^c\)  means that
there exist \(\bar{\eta }\) -points \(x\in B(o,u)\)  and \(y\in B(o,v)^c\)  which
belong to the same component of \(G(\eta )\) .
This implies that \(G(\eta )\)  does not percolate, that is, it
does not have an unbounded connected component. (We refer to
[1]} for an extensive discussion of some standard
models of continuum percolation.)
